Recent content by gokugreene

Same applies for physics research programs. It's too late.

Usually, when you are transferring to be classified as a transfer student, you need a certain number of hours completed at the undergraduate level. Check with the college to see whether you will be classified as a transfer or incoming student.

How morbid of you..:smile:

If I move a strip of copper mechanically with my hand through a uniform magnetic field will their be a drift velocity? And if so will the drift velocity be in the same direction as the moving copper strip? What would the magnitude of the drift velocity be if this happens? Can you have a drift...

Actually the word is spoken that way.. "Oxycontin" is the trade name for oxycodone which whozum is referring to.

That's an awesome post BioHazard. Thanks for sharing your wisdom

Are there any solutions to problems in the back of these books?

That must be what he is thinking. DocAl, would this also apply to non parallel plate capacitors?

That is the formula I explained to him. I don't see why he doesn't get it

Do you know of anyplace that offers credible proof like in a book or an article? This was a test question and I argued with my physics teacher about it. He thinks the electric field will decrease.. where I do not and he said I am wrong. I would like to show him that the electric field...

I have a question that is confusing me perhaps one of you can help me. If I hook up a constant potential difference to a capacitor and place a dielectric inside of it, will the electric field decrease even if the plate separation remains constant? I think that the capacitance will increase as...

Hello guys I am not sure if I am doing this right. If you could offer any advice or point out my mistakes I would appreciate it. Problem: Sketch the graph of the domain of f(x,y,z) = \frac{1}{x^2+y^2-z} Domain: (x,y,z) \in R^3 \mid x^2+y^2 does not equal z Graph: I set f(x,y,z) = 1 and...

I am looking for the domain, range, and graph of this level curvef(x,y)=\sqrt{x^2-1} I have the range, but the domain and graph I am unsure of. For the graph, I graphed on my paper x=1, you plug in one, z = 0 and x = 1 and y can be anything. Domain: I am unsure of but yes \mid x \mid \leq 1...

I am trying to find and graph the level curve f(x,y)=\sqrt{x^2-1} that passes through the point (0,1), as well as its domain and range. I am not sure if my reasoning is right, so let me know if I got the wrong idea. For the graph I have x = 1 which is independent of y and is just a...

Thanks I see my mistakes!